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documentation:language_reference:functions:shellaverage [2026/11/12 18:05] – Maurits W. Haverkortdocumentation:language_reference:functions:shellaverage [2026/11/12 18:05] (current) – Maurits W. Haverkort
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 $$ $$
-U_{\mathrm{av}}(p) &=& F^0 - \frac{2}{25} F^2 +U_{\mathrm{av}}(p) = F^0 - \frac{2}{25} F^2 
 $$ $$
 $$ $$
-U_{\mathrm{av}}(d) &=& F^0 - \frac{2}{63} \left( F^2 + F^4 \right)+U_{\mathrm{av}}(d) = F^0 - \frac{2}{63} \left( F^2 + F^4 \right)
 $$ $$
 $$ $$
-U_{\mathrm{av}}(f) &=& F^0 - \frac{4}{195} F^2 - \frac{2}{143} F^4 - \frac{100}{5577} F^6,+U_{\mathrm{av}}(f) = F^0 - \frac{4}{195} F^2 - \frac{2}{143} F^4 - \frac{100}{5577} F^6,
 $$ $$
  
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